The snapshot graph shown below was taken at t = 0s. Determine: i. The frequency of...
The snapshot graph shown below was taken at t = 0s. Determine: i. The frequency of the wave. y (cm) The phase constant of the wave. 4. 2 ii. -24 m/s नि x (m) 1620 4 8 /12 -2 -4-
(1 point) The snapshot graph at t = 3 s and the history graph at x = 3 cm of a wave are shown below (snapshot on left, history on right). y(cn) y(cn) ---- 2 --- ---2- 2 / 3 x(c ----21 a. What are the amplitude, frequency, and speed of the wave? Amplitude = cm Frequency = Speed = cm/s b. What is the equation of this wave, expressed as y = f(x,y)? Express the coefficients of the x...
(1 point) The snapshot graph at t = 1 s and the history graph at x = 2 cm of a wave are shown below (snapshot on left, history on right). y(cn) y(cn) 1-21 --21 - - - -1 1 --- --- -- 1- 1 3 x(cn I-----1 1-- - -- ---- 2 -- - a. What are the amplitude, frequency, and speed of the wave? Amplitude = 2.5 cm Frequency = 0.5 Hz Speed = cm/s b. What is...
The snapshot graph at t=1 s and the history graph at x=1 cm of a wave are shown below (snapshot on left, history on right). What are the amplitude, frequency, and speed of the wave? Amplitude = cm Frequency = Hz Speed = cm/s What is the equation of this wave, expressed as y=f(x,y)? Express the coefficients of the x and t terms as decimals (i.e. don’t use π in your equation, use 3.14159...), and ignore units....
What is the phase constant of the travelling wave. Express your answer in terms of constant pi gure 1 of 1> D (cm) → 24 m/s 2 x (m) 48/12 1620 -4 snapshot graph at t = 0 s O Type here to search
I provided a close up of the graph. Any help on this question would be great. displacement (cm) x(cm) -2 -1 2 -2 -4 From the following snapshot taken at a time of t(1/2) T of a wave traveling to the right with a velocity of 24 cm/s. a. Find the Amplitude, wavelength, frequency, and phase constant. (use sine function) b. Write the numerical equation for the displacement of this wave. c. Write the equation for the velocity and acceleration...
Short Answer: The following 8 questions are worth 5 points each. Please provide your answers in the form of few brief sentences, solved equations, or graphs / diagrams. (16) The snapshot graph shown below was taken at t = 0s. Determine: i. The frequency of the wave. y (cm) ii. The phase constant of the wave. 24 m/s -x (m) 8 12 16 20 -2 Computational questions: The following 4 questions are worth 7.5 points each. Please provide your answers...
Consider the wave pulses shown in snapshot graphs i-iv below. Each pulse has a time, absolute phase speed, and travel direction given below it. i) t = 1 s, 1 m/s ← ii) t = 0 s, 2 m/s → iii) t = 2 s, 1 m/s → iv) t = 3 s, 1 m/s → Select the corresponding history graph A-D given below (or `none') for each snapshot graph. E.g., if the first snapshot has B as a corresponding...
y(cm) 1) Snapshots Make History. A snapshot graph of a wave at t 2 s is shown to the right. If the wave travels at 1 m/s to the left, draw the history graph for this wave at x 3 m from t = 0 s to t 6 s. Your solution must contain at least 3 sketches of snapshot graphs at different times. 1 m/s x (m) 1 2 3 4 5 6 7 -1
The pulses shown in the figure are traveling through a string. Draw a snapshot graph for the string at t = 2.0 s. y (cm) at 1=0s 1 m/s 1 0 2 x (m) 810 1 m/s -1-